This is my first post.. so here goes!
I have an application where I'd like to understand pressure drop in a length of tube that's open at both ends. The initial pressure is from a linear explosive so it's basically very high pressure combustion products instantaneously generated along the entire length of the tube. My goal is just to get an order of magnitude answer on when my interior pressure will drop to near atmospheric. I have tools to give me initial conditions of the tube immediately after detonation.
Any thoughts on how to bound the timescale on which pressure will drop or, better yet, solve for pressure over time? Are the assumptions of choked flow applicable with no choking orifice? Do Fanno flow assumptions work to bound the problem even though it's a very short transient?
I have an application where I'd like to understand pressure drop in a length of tube that's open at both ends. The initial pressure is from a linear explosive so it's basically very high pressure combustion products instantaneously generated along the entire length of the tube. My goal is just to get an order of magnitude answer on when my interior pressure will drop to near atmospheric. I have tools to give me initial conditions of the tube immediately after detonation.
Any thoughts on how to bound the timescale on which pressure will drop or, better yet, solve for pressure over time? Are the assumptions of choked flow applicable with no choking orifice? Do Fanno flow assumptions work to bound the problem even though it's a very short transient?